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Topic: Maths

+Anonymous A — 3 months ago #68,616

BIG NATE LINCOLN PEIRCE

DEE DEE HOLLOWAY : "READY FOR THE MATH TEST?"

NATE WRIGHT : "AS READY AS I NEED TO BE."

DEE DEE HOLLOWAY : "MEANING WHAT?"

NATE WRIGHT : "I DON'T WANT TO ACE IT. WHEN YOU START ACING TESTS. TEACHERS EXPECT YOU TO DO IT ALL THE TIME!"

DEE DEE HOLLOWAY : "BUT YOU CAN'T FAIL TESTS EITHER!"

NATE WRIGHT : "OBVIOUSLY! THE KEY IS DOING JUST ENOUGH TO STAY IN THE MIDDLE!"

DEE DEE HOLLOWAY : "SO YOU'RE TRYING TO BE MEDIOCRE?"

NATE WRIGHT : "THEREIN LIES MY GENIUS."

Visit http://bignate.com

+Anonymous B — 3 months ago, 4 hours later[T] [B] #679,955

Comix?
No time4

+Anonymous C — 3 months ago, 3 hours later, 7 hours after the original post[T] [B] #679,960

I remember this one from newspapers before they transitioned to kids' books format. Not as solid as Calvin and Hobbes or B.C. but I was glad it was in the mix.

+FuckAlms !vX8K53rFBI — 3 months ago, 19 hours later, 1 day after the original post[T] [B] #679,965

@previous (C)
There's a 3D animated cartoon from Paramount now
I haven't seen it, I just know they made one

(Edited 12 seconds later.)


+Anonymous E — 2 months ago, 2 weeks later, 2 weeks after the original post[T] [B] #680,401

Quiz AI - Best AI Homework Helper For Maths : http://www.quiz-gpt.com

+Crazy Goth Girl — 2 months ago, 5 minutes later, 2 weeks after the original post[T] [B] #680,402

Big nate books

+Anonymous G — 2 months ago, 6 days later, 3 weeks after the original post[T] [B] #680,535

i will not visit that fraud scam link

+Anonymous H — 1 month ago, 4 weeks later, 1 month after the original post[T] [B] #680,972

20260628.jpgMATH IS PATTERN RECOGNITION
https://www.youtube.com/watch?v=8HBDE-msUjw

·Anonymous H — 1 week ago, 1 month later, 3 months after the original post[T] [B] #681,370

wellarmor.webmThe math of biology
https://youtube.com/watch?v=tL9Lw250spc

·FuckAlms !vX8K53rFBI — 1 week ago, 8 hours later, 3 months after the original post[T] [B] #681,385

Slopes


> Straight lines as in completely vertical or completely horizontal are either y=some number or x=some number. Any horizontal line is of the y=some number variety and any vertical line is of the x=some number variety. This can be derived from the slope intercept form of graphing, which is 
y=mx+b
. The "m" is generally the slope of the line and the "b" is where the line will cross the y-axis.

> To determine an equation from a graph there are two approaches. If the line is completely vertical or horizontal and only crosses one axis then determine where it crosses and you have your answer of either 
y=a
or 
x=b
(depending on the line). For other linear examples you can use the slope intercept form as reference (
y=mx+b
). 
b
will be where the line crosses the y-axis and 
m
can be determined using the point-slope formula {
(y-y1)/(x-x1)
x cannot equal zero}. To use the point-slope pick two numbers where the line crosses the y-axis, subtract them and divide them by the difference of two numbers where the line crosses the x-axis. You then plug m and b into the y=mx+b formula and you have your answer.

> You can check yourself by making a table, plugging in numbers for x and then getting an answer for y. After you have three or four coordinates, graph them and it should match the line from the original graph.

Linear inequalities


Squares, Cubes and Roots

1   1   2   3   4   5   6   7   8   9   10

2   1   4   9   16  25  36  42  64  81  100

3   1   8   27  64  125 216 343 512 749 1000


Compound Interest

n=	for term

1	annually

2	semi-annually

4	quarterly

12	monthly


Logs


Exp. form	<=> Log. form

32=9		<=> log2(9)=2

2 log(x)	<=> log(x2)


Radicands and Imaginary Numbers

i 0 = 1
i 1 = i
i 2 = -1
i 3 = -i [i*i2 = (-1)i]
i 4 = 1

Quadratic Formulas

(-b±v(b2-4ac))/2a
h=vertex(x)
k=vertex(y)
[h]x=-b/2a
a>0=opens up
a<0=opens down
y=a(x-h)2+k

A graph:

<!--Internet Explorer 8 or lower will not display this graph, but IE 9 and 10 should.
I'd recommend using anything besides IE: Firefox, Opera, Chrome, etc-->
<svg xmlns="http://www.w3.org/2000/svg">
<g transform="scale(2) translate(100,100) scale(1,-1)">
<g>
<path fill="#FFF" stroke="#000" d="M-100,100 100,100 100,-100 -100,-100z"/>
<path stroke="#777" stroke-width="1px" d="M0,100 0,-100 M100,0 -100,0"/>
<path stroke="#999" stroke-width=".5px" d="M-90,-100 -90,100 M-80,-100 -80,100 M-70,-100 -70,100 M-60,-100 -60,100 M-50,-100 -50,100 M-40,-100 -40,100 M-30,-100 -30,100 M-20,-100 -20,100 M-10,-100 -10,100 M90,-100 90,100 M80,-100 80,100 M70,-100 70,100 M60,-100 60,100 M50,-100 50,100 M40,-100 40,100 M30,-100 30,100 M20,-100 20,100 M10,-100 10,100 M-100,-90 100,-90 M-100,-80 100,-80 M-100,-70 100,-70 M-100,-60 100,-60 M-100,-50 100,-50 M-100,-40 100,-40 M-100,-30 100,-30 M-100,-20 100,-20 M-100,-10 100,-10 M-100,90 100,90 M-100,80 100,80 M-100,70 100,70 M-100,60 100,60 M-100,50 100,50 M-100,40 100,40 M-100,30 100,30 M-100,20 100,20 M-100,10 100,10"/></g>
<g stroke-width="1px">
<!--Above section contains the grid layout. Do not modify above this line!
Note: Coordinates must be entered in the form of 1=10 to be properly visible
(multiply points by 10 [1.5 becomes 15, etc])-->
<path stroke="black" d="M 35,15 120,40"/>
<path stroke="blue" d="M -30,-10 0,-20 -60,0"/>
<!--you can use this work area to check the pattern if you aren't getting a straight line
	x|y
	0|  2/4
	1|- 5/4
	2|-12/4
	3|-19/4
	4|-26/4
	5|5/2
	6|6/2
	7|7/2
	8|8/2
	9|9/2
	"y=[m]x+[b]"
	"y-[y1]=[m](x-[x1])"-->
</g></g></svg>
(paste into a text file and save with the extension 
.svg
)

(Edited 3 minutes later.)


·Anonymous B — 1 week ago, 4 hours later, 3 months after the original post[T] [B] #681,386

@previous (FuckAlms !vX8K53rFBI)
View PLEASE
:

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